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Transfinite number

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Transfinite numbers are types of numbers that extend the concept of counting beyond the finite. They are used primarily in set theory and were introduced by mathematician Georg Cantor in the late 19th century. Transfinite numbers help to describe the sizes or cardinalities of infinite sets. The two main classes of transfinite numbers are: 1. **Transfinite Cardinals**: These represent the sizes of infinite sets.

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